Convert the following first$-$order logic sentences. Note the parentheseslgrouping ShoW VQULWoKk $4$ pts each$)$ Every student takes both MATH and CHEMISTRY. V X Student$($x$)=>($Takes$($x$,$MATH$)^$ Takes$($x$,$CHEMISTRY$))$ convert to "there exists" $($using $3,$ removing $=>)$ No person enjoys non$-$intelligent robot: $7$Jxy $($Person$($x$)$ Robotly$)$ ~Intelligent$($y$))^$ Enjoys$($xsy$)$ convert to "for all" $($using V$,$ using

Convert the following first$-$order logic sentences. Note the parentheseslgrouping ShoW VQULWoKk $4$ pts each$)$

Every student takes both MATH and CHEMISTRY.

V X Student$($x$)=>($Takes$($x$,$MATH$)^$ Takes$($x$,$CHEMISTRY$))$

convert to "there exists" $($using $3,$ removing $=>)$

No person enjoys non$-$intelligent robot:

$7$Jxy $($Person$($x$)$ Robotly$)$ ~Intelligent$($y$))^$ Enjoys$($xsy$)$

convert to "for all" $($using V$,$ using